2005
DOI: 10.1088/0031-9155/50/19/021
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Experimental investigation of vitreous humour motion within a human eye model

Abstract: We present an experimental study of the vitreous motion induced by saccadic eye movements. A magnified model of the vitreous chamber has been employed, consisting of a spherical cavity carved in a perspex cylindrical container, which is able to rotate with a prescribed time law. Care has been taken to correctly reproduce real saccadic eye movements. The spherical cavity is filled with glycerol and the flow field is measured on the equatorial plane orthogonal to the axis of rotation, through the PIV technique. … Show more

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Cited by 66 publications
(65 citation statements)
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“…With every movement of the eyeball and especially the head, the gel accelerates and then decelerates [26], and each movement has a shearing effect on the retina at all points of adhesion, creating dynamic traction [27]. Whether the dynamic traction actually causes a retinal break depends on the strength of two opposing forces: the extent, frequency and duration of the traction on one side, and a combined power of the RPE pump, the IPM and tensile strength (physical resistance) of the retina on the other side.…”
Section: The Pathoanatomy Of the Vitreoretinal Architecture And Its Cmentioning
confidence: 99%
“…With every movement of the eyeball and especially the head, the gel accelerates and then decelerates [26], and each movement has a shearing effect on the retina at all points of adhesion, creating dynamic traction [27]. Whether the dynamic traction actually causes a retinal break depends on the strength of two opposing forces: the extent, frequency and duration of the traction on one side, and a combined power of the RPE pump, the IPM and tensile strength (physical resistance) of the retina on the other side.…”
Section: The Pathoanatomy Of the Vitreoretinal Architecture And Its Cmentioning
confidence: 99%
“…1989). Repetto et al (2005) propose a fifth-order polynomial to describe the time law of a saccadic movement (angle of rotation 胃 as function of time t), which well approximates real eye movements (see Fig. 2).…”
Section: Introductionmentioning
confidence: 99%
“…David et al (1998) modeled the vitreous humor as a viscoelastic fluid, and found the leading-order flow analytically in the limit of small-amplitude sinusoidal oscillations. Repetto et al (2005) used a perspex model filled with a Newtonian fluid to obtain PIV flow measurements during both idealized sinusoidal oscillations and models of real saccades. Repetto et al (2008) showed experimentally and analytically that, in addition to a leading-order oscillatory flow, a Newtonian fluid undergoing small-amplitude sinusoidal oscillations also has a steady streaming component that appears at second order and consists of two counter-rotating toroidal vortices, one in each hemisphere.…”
Section: Introductionmentioning
confidence: 99%